Work and Power Calculator
Calculate mechanical work, average power, kinetic energy, or gravitational potential energy with standard physics formulas.
About work, power, and mechanical energy
Work and energy examples
| Inputs | Calculated output | Formula |
|---|---|---|
| 50 N over 10 m | 500 J of work | W = Fd |
| 1,200 J in 6 s | 200 W average power | P = W/t |
| 10 kg at 5 m/s | 125 J kinetic energy | KE = ½mv² |
| 20 kg raised 3 m | 588.399 J potential energy | PE = mgh |
How to use the calculator
- Choose work, power, kinetic energy, or potential energy.
- Enter both quantities using the SI units shown in the labels.
- Select Calculate to apply the displayed formula.
- Review the result and formula, then account separately for angle, friction, or efficiency when needed.
Frequently asked questions
What is the difference between work and power?
Work is the amount of energy transferred by a force through a distance. Power is the rate of that transfer, so it also depends on time.
Why are work and energy both measured in joules?
Work represents energy transferred into or out of a system. They therefore share the same physical dimension and SI unit.
Does work always equal force times distance?
Only the force component parallel to displacement contributes to work. The simple mode assumes force and displacement point in the same direction.
Why is velocity squared in kinetic energy?
The work needed to accelerate an object accumulates as its speed changes. Integrating that work produces the one-half mass times velocity-squared relationship.
What gravity value is used for potential energy?
The calculator uses standard gravity of 9.80665 m/s². Local gravity varies slightly, but this value is suitable for most near-Earth calculations.